Accordingly, dictionaries should help to sort out the main and connotative meanings of the words because languages were born out of the necessities to express the existence of objects.
It expresses the existence of events (not things), rather than the transitive relation of who does what to whom.
To express the existence of an event in a location, two semantic elements must be present: an event and a location.
For another example, we can (using choice) say that the universe of discourse is infinite by saying that there is a transitive relation on the universe such that every element bears the relation to something, but not to itself: ∃R[∀x ∀y ∀z(Rxy & Ryz → Rxz) & ∀x[¬Rxx & ∃y Rxy] Here the second-order quantifier "∃R" expresses the existence of some binary relation on the universe.
If ((alpha,beta )in Theta _{omega _0}), then there exists a ((mathrm{PS})_{vartheta ^_{alpha,beta }}) sequence ({ z_{n},y_{n})}subset mathcal {N}^_{alpha,beta }) in Q for (E_{alpha,beta }.) In the following theorem, we express the existence of a local minimum for (E_{alpha,beta }) on (mathcal {N}^_{alpha,beta }.) Assume that ((alpha,beta )in Theta _{omega },) and ((F_{1})- (F_{3})) hold.
A low ICC, on the other hand, expresses the existence of a weak area influence on CSA.
The "strong analogy" between Newtonian theory T′ and the corrected T′* is expressed by the existence of the regular Taylor series expansion.
Thomas Breuer has shown that, from a physical point of view, this feature is expressed by the existence of limitations in the universal validity of physical theories, no matter whether classical or quantum (Breuer 1995).
